meshless method
A Local Meshless Method for Two Classes of Parabolic Inverse Problems
... A local meshless method is applied to find the numerical solutions of two classes of inverse problems in parabolic equations. The problem is recon- structing the source term using a solution specified at ...
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RBFs meshless method of lines based on adaptive nodes for Burgers' equations
... generation method that is used for finite difference computations [24] and RBFs method ...RBFs meshless method of lines to solve time dependent PDE with adaptive ...this method, we ...
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An adaptive meshless method of line based on radial basis functions
... adaptive meshless method of line is applied to distribute the nodes in the spatial ...in meshless methods, it is also necessary for the chosen nodes to have certain smoothness ...the meshless ...
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Simulation of the acoustic wave propagation using a meshless method
... A meshless method based on collocation of the strong form of the equation system is ...squares method is used for local approximation of derivatives as well as stabilization technique in a form of ...
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A Combination of Laplace Transform and Meshless Method for Analysing Thermal Behaviour of Skin Tissues
... new meshless method for predicting the temperature distribution in the skin tissues by solving Penne equation due to the importance of bio-heat transfer in ...and method of fundamental solutions ...
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On the natural stabilization of convection diffusion problems using LPIM meshless method
... and meshless methods are analogous, it is obvious that many ideas in the finite element can be used readily in the meshfree ...powerful method for stabilizing in the finite element methods to the LPIM ...
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On the development of a meshless method to study multibody systems using computational fluid dynamics
... selection method could also be extended so that the points themselves could be moved, added or removed from the ...the meshless method is to be used globally it may be best to remove these points for ...
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A moving IRBFN-based integration-free meshless method
... their method, the reproducing kernel function is employed as PU function to achieve a higher precision than that of Sherpard ...MIRBFN method, in which the standard globally supported IRBFN is coupled with ...
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Incompressible laminar flow computations by an upwind least-squares meshless method
... a meshless method is increasingly used as a new numerical ...The meshless methods only use clouds of nodes to influence the domain of every ...least-squares method was used for the calculation ...
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1. Development of meshless method boundary conditions for high speed flows
... In meshless method, the nearest neighbours constitute the point cloud whereas in unstructured mesh, two successive points of computation need not be adjacent ...edge-based meshless method ...
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A truly meshless method formulation for analysis of non-Fourier heat conduction in solids
... a meshless formulation is presented for the analysis of the non-Fourier heat conduction in the ...numerical meshless method is validated by comparison of the results of the numerical meshless ...
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A moving IRBFN-based Galerkin meshless method
... novel meshless method based on the MIRBFN interpolation and Galerkin method for solving ...the method is that the shape functions are locally supported and satisfy the Kronecher-delta ...this ...
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A Boundary Meshless Method for Neumann Problem
... a meshless method for solving arisen integral ...this method does not need to take a mesh in domain and only requires some scattering nodes, it is very useful for problems in ...
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One-dimensional modeling of aquifer contamination using a meshless method
... element method is not suitable for transmission of the ...Therefore, meshless methods are considered due to the lack of need for disjoint computational field and its consequent ...of meshless methods ...
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Proposing a Wavelet Based Meshless Method for Simulation of Conducting Materials
... An interesting phenomenon in Figure 5 is that by increasing the resolution levels, the error plots of both methods tend toward their extremum points. Indeed, the minimum error degree of FEM lies higher than that of ...
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A meshless method for solving a two-dimensional transient inverse geometric problem
... Summarising, the inverse problem being tackled here will allow an internal image of the domain to be reconstructed, non intrusively, enabling both freely moving and stationary boundaries within the domain to be tracked ...
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A Meshless Method for Numerical Solution of Fractional Differential Equations
... Abstract. In this paper, a technique generally known as meshless numerical scheme for solving fractional differential equations is considered. We approximate the exact solu- tion by use of Radial Basis Function ...
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Elastic Perfectly Plastic Behavior modeling by a Meshless Method
... Abstract— Meshless methods are computational techniques that do not require the use of any connectivity concept, such as those used in the finite element method ...Galerkin method (EFG) using the ...
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A Computational Meshless Method for Solving Multivariable Integral Equations
... In many literatures univariable integral equations have been solved with projection methods as Collocation and Galerkin methods and with different types of basis functions such as wavelets or other (orthogonal) basis ...
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Benefits of Using Non consolidated Domain Influence in Meshless Local Petrov galerkin (Mlpg) Method for Solving Lefm Problems
... truly meshless method shadow elements are inevitable as in Element-Free Galerkin Methods [8-9]called Meshless Local Petrov-Galerkin Method (MLPG) have been successfully developed in[10-16]for ...
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